【目的】针对实时动态精密单点定位(precise point positioning-real-time kinematic,PPP-RTK)技术几何固定模型解算的卫星钟差的性能,开展相关实验,评估此类卫星钟差估值在传统GNSS应用中的能力水平。【方法】通过将解算的钟差与国际G...【目的】针对实时动态精密单点定位(precise point positioning-real-time kinematic,PPP-RTK)技术几何固定模型解算的卫星钟差的性能,开展相关实验,评估此类卫星钟差估值在传统GNSS应用中的能力水平。【方法】通过将解算的钟差与国际GNSS服务(international GNSS service,IGS)精密钟差进行比较,并将其应用于动态精密单点定位(precise point positioning,PPP),以评估钟差估值的性能。【结果】评估了该模型逐历元策略解算的卫星钟差精度,证实其能够满足传统GNSS应用亚米级精度的增强信息需求。【结论】PPP-RTK作为一项新的高精度定位技术,其服务端能够提供丰富的增强信息。卫星钟差作为该技术几何固定模型提供的增强信息之一,不仅能够服务于PPP-RTK的用户端,而且能够兼容传统需要卫星钟差的应用。展开更多
This paper considers the existence problem of an elliptic equation, which is equivalent to solving the so called prescribing conformal Gaussian curvature problem on the hyperbolic disc H^2. An existence result is prov...This paper considers the existence problem of an elliptic equation, which is equivalent to solving the so called prescribing conformal Gaussian curvature problem on the hyperbolic disc H^2. An existence result is proved. In particular, K(x) is allowed to be unbounded above.展开更多
文摘【目的】针对实时动态精密单点定位(precise point positioning-real-time kinematic,PPP-RTK)技术几何固定模型解算的卫星钟差的性能,开展相关实验,评估此类卫星钟差估值在传统GNSS应用中的能力水平。【方法】通过将解算的钟差与国际GNSS服务(international GNSS service,IGS)精密钟差进行比较,并将其应用于动态精密单点定位(precise point positioning,PPP),以评估钟差估值的性能。【结果】评估了该模型逐历元策略解算的卫星钟差精度,证实其能够满足传统GNSS应用亚米级精度的增强信息需求。【结论】PPP-RTK作为一项新的高精度定位技术,其服务端能够提供丰富的增强信息。卫星钟差作为该技术几何固定模型提供的增强信息之一,不仅能够服务于PPP-RTK的用户端,而且能够兼容传统需要卫星钟差的应用。
基金Supported by the China National Education Committee Science Foundation
文摘This paper considers the existence problem of an elliptic equation, which is equivalent to solving the so called prescribing conformal Gaussian curvature problem on the hyperbolic disc H^2. An existence result is proved. In particular, K(x) is allowed to be unbounded above.